Respuesta :

       5p - 3q = -39
-     (-2p - 3q = 3)
==> 7p = -42 ==> p = -6

==> p = -6
      -2(-6) - 3q = 3 ==> 12 - 3q = 3 

==>p = -6
     -3q = 3 - 12 ==> -3q = -9

==> p = -6
       q = 3
      

By solving the equations through linear combination method we are going to get the values of p and q are -6 and three.

What is linear combination method?

It is a bit like elimination method of solving equations within which one variable is eliminated so we'll get the worth of another variable.

How to solve an equation?

We are having two equations:

5p-3q=-39-------------1

-2p-3q=3---------------2

equation1 * 2 and equation 2 *5

10p-6q=-78

-10p-15q=15

Now add both equations

10p-6q-10p-15q=-78+15

-21q=-63

q=3

Put the worth of q in 1

5p-3(-3)=-39

5p+9=-39

5p=-30

p=-6

Hence the system of equations have the worth of p=-6 and q=3.

Learn more about equations at https://brainly.com/question/2972832

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